Fix:Pythagorean.svg

Page contents not supported in other languages.
De Vicipedia

Fix orijinal(fix svg, densia: 512 × 466 pixeles, grandia: 531 bytes)

Esta fix veni de Wikimedia Commons e es cisa usada par otra projetas. La descrive en sua paje de descrive de fix ala es mostrada a su.

Descrive
English: Illustration of the Pythagorean theorem. The sum of two squares whose sides are the two legs (blue and red) is equal to the area of the square whose side is the hypotenuse (purple).
Deutsch: Illustration des Satz des Pythagoras
Italiano: La somma delle aree dei due quadrati costruiti sui cateti (blu e rosso) è uguale all'area del quadrato costruito sull'ipotenusa (viola).
Türkçe: Pisagor teoreminin görsel açıklaması
Data
Fonte Transwikied from en:. Originally created by en:User:Michael Hardy, then scaled, with colour and labels being added by en:User:Wapcaplet, transformed in svg format by fr:Utilisateur:Steff, changed colors and font by de:Leo2004
Autor en:User:Wapcaplet
Permete
(Reusante esta fix)
The image was released under the GFDL.
Other versions Derivative works of this file:  Pitagorasteorema.svg
SVG genesis
InfoField
 
The SVG code is valid.
 
This geometry was created with Adobe Illustrator,
 
and with Inkscape.


GNU head Permete es donada per copia, distribui e/o altera esta documento su la restrinjes de la GNU Free Documentation License, Varia 1.2 o cualce varia plu tarda publicida par la Free Software Foundation, sin partes nonvariante, sin testo de covrente fronte e sin testo de covrente retro. Un copia de la lisensa es incluida en la parte nomida GNU Free Documentation License.
w:en:Creative Commons
atribui share alike
Esta fix es lisensada su la lisensa Attribution-Share Alike 3.0 Unported de Creative Commons.
Tu es libre:
  • per comparti – per copia, distribui e transmete la obra
  • per remisca – per ajusta la obra
Su la constrinjes seguente:
  • atribui – Tu debe atribui la obra en la modo spesifada par la autor o lisensor (ma no en cualce modo cual sujesta ce el aproba tu o tua usa de la obra).
  • share alike – Si tu altera, muta o developa plu esta obra, tu pote distribui la obra resultante sola su la mesma lisensa o un simil a esta.
This licensing tag was added to this file as part of the GFDL licensing update.

Captions

Add a one-line explanation of what this file represents
Pythagorean theorem proved by rearrangement of component triangles

Items portrayed in this file

depicts English

Maths English

theorem English

copyrighted English

inception English

12 julio 2005

MIME type English

image/svg+xml

Istoria de fix

Clica un data/ora per vide la fix en sua forma de alora.

Data/OraImajetaMesurasUsorComenta
aora13:00, 18 april 2020Imajeta per revisa de 13:00, 18 april 2020512 × 466 (531 bytes)17jiangz1Font
12:58, 18 april 2020Imajeta per revisa de 12:58, 18 april 2020512 × 466 (519 bytes)17jiangz1Cleaned and optimised
07:23, 30 marto 2019Imajeta per revisa de 07:23, 30 marto 2019265 × 214 (1 KB)Lasunnctyconvert paths to text, simplify svg, and fix coordinates/proportions
11:29, 17 otobre 2011Imajeta per revisa de 11:29, 17 otobre 2011265 × 214 (7 KB)Svjomargin to page added
10:40, 13 novembre 2008Imajeta per revisa de 10:40, 13 novembre 2008250 × 199 (7 KB)Kdkeller{{Information| |Description= {{en|Illustration of the Pythagorean theorem. The sum of two sqares whose sides are the two legs (blue and red) is equal to the area of the square whose side is the hypotenuse (purple).}} {{de|Illus
16:50, 3 marto 2007Imajeta per revisa de 16:50, 3 marto 2007250 × 199 (4 KB)DieBuche
16:49, 3 marto 2007Imajeta per revisa de 16:49, 3 marto 20072,835 × 842 (5 KB)DieBuche
14:06, 18 marto 2006Imajeta per revisa de 14:06, 18 marto 2006260 × 210 (5 KB)Steff {{Information| |Description = Illustration of the Pythagorean theorem. |Source = Transwikied from en:. Originally created by en:UserMichael Hardy, then scaled, with colour and labels being added by en:User:Wapcaplet, transformed in svg format

La pajes seguente lia a esta fix:

Usa global de fix

La otra vicis seguente usa esta fix:

Mostra plu usas global de esta fix.

Metadatos